Lower bound for the index of convergence of the singular integral in a multidimensional analogue of Tarry?s problem

Magomed A. Chakhkiev; Nikolay P. Tretyakov; Saif A. Mouhammad

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Journal article

Lower bound for the index of convergence of the singular integral in a multidimensional analogue of Tarry?s problem

Magomed A. Chakhkiev, Nikolay P. Tretyakov and Saif A. Mouhammad

Italian journal of pure and applied mathematics, (48), pp.433-438

01/10/2022

Abstract

Mathematics

Physical Sciences

Science & Technology

In this paper, a general lower bound is obtained for the index of convergence of the singular integral in a multidimensional analogue of Tarry's problem. In all cases when the exact estimate is known, our estimate coincides with it.

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Title: Lower bound for the index of convergence of the singular integral in a multidimensional analogue of Tarry?s problem
Creators - without role: Magomed A. Chakhkiev - Gubkin Russian State University of Oil and Gas
Nikolay P. Tretyakov - Peoples' Friendship University of Russia
Saif A. Mouhammad - Taif University
Publication Details: Italian journal of pure and applied mathematics, (48), pp.433-438
Publisher: Forum Editrice Univ Udinese
Number of pages: 6
Identifiers: 9911312208331
Academic Unit: Taif University
Language: English
Resource Type: Journal article